The degree of the polynomial 4p5 - p3 + p2 + 11 is 5, and it has 4 terms.
Here is an analysis of the polynomial 4p5 - p3 + p2 + 11:
Degree:
The degree of a polynomial is the highest power of the variable present in the polynomial. In this case, the highest power of the variable p is 5, found in the term 4p5. Therefore, the degree of the polynomial 4p5 - p3 + p2 + 11 is 5.
Number of terms:
The number of terms in a polynomial is the total number of individual expressions that make up the polynomial. In this case, there are four terms: 4p5, -p3, p2, and 11. Therefore, the number of terms in the polynomial 4p5 - p3 + p2 + 11 is 4.
In summary, the degree of the polynomial 4p5 - p3 + p2 + 11 is 5, and it has 4 terms.